Sums involving 1/sin^σ terms over Fibonacci ratios asymptote to C n + D plus exponentially small error for σ>1, with constants from Dedekind zeta of Q(√5), and admit closed forms in special cases.
Stolarsky interspersions.Ars Combin., 39:129–138, 1995
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Precise Asymptotics and Exact Formulas for Tensor Product Energies of Fibonacci Lattices
Sums involving 1/sin^σ terms over Fibonacci ratios asymptote to C n + D plus exponentially small error for σ>1, with constants from Dedekind zeta of Q(√5), and admit closed forms in special cases.